\begin{table}[htbp]\centering
\def\sym#1{\ifmmode^{#1}\else\(^{#1}\)\fi}
\caption{Dynamic event study estimates for cohorts with different post-periods - MSCZ pairs \label{tab:post_period_cohorts_alt_mscz}}
\begin{tabular*}{\hsize}{@{\hskip\tabcolsep\extracolsep\fill}l*{7}{c}}
\toprule
            &\multicolumn{1}{c}{Full sample}&\multicolumn{6}{c}{Balanced sample - different post-period lengths}                                                                \\\cmidrule(lr){2-2}\cmidrule(lr){3-8}
            &\multicolumn{1}{c}{(1)}&\multicolumn{1}{c}{(2)}&\multicolumn{1}{c}{(3)}&\multicolumn{1}{c}{(4)}&\multicolumn{1}{c}{(5)}&\multicolumn{1}{c}{(6)}&\multicolumn{1}{c}{(7)}\\
            &\multicolumn{1}{c}{ }&\multicolumn{1}{c}{\geq 1}&\multicolumn{1}{c}{\geq 2}&\multicolumn{1}{c}{\geq 3}&\multicolumn{1}{c}{\geq 4}&\multicolumn{1}{c}{\geq 5}&\multicolumn{1}{c}{= 6}\\
\midrule \\ \multicolumn{8}{l}{\textbf{A. Log earnings}} \\ & & & \\
k = 0       &       0.019\sym{***}&       0.019\sym{***}&       0.024\sym{***}&       0.023\sym{**} &       0.016         &       0.017         &       0.020         \\
            &     (0.007)         &     (0.007)         &     (0.009)         &     (0.009)         &     (0.011)         &     (0.012)         &     (0.019)         \\
 
 
 
k = 1       &       0.037\sym{***}&                     &       0.037\sym{***}&       0.036\sym{***}&       0.028\sym{**} &       0.033\sym{***}&       0.040\sym{**} \\
            &     (0.009)         &                     &     (0.009)         &     (0.010)         &     (0.011)         &     (0.012)         &     (0.017)         \\
 
 
 
k = 2       &       0.045\sym{***}&                     &                     &       0.045\sym{***}&       0.037\sym{**} &       0.046\sym{***}&       0.055\sym{**} \\
            &     (0.012)         &                     &                     &     (0.012)         &     (0.016)         &     (0.016)         &     (0.022)         \\
 
 
 
k = 3       &       0.045\sym{***}&                     &                     &                     &       0.045\sym{***}&       0.053\sym{***}&       0.068\sym{***}\\
            &     (0.014)         &                     &                     &                     &     (0.014)         &     (0.014)         &     (0.018)         \\
 
 
 
k = 4       &       0.051\sym{***}&                     &                     &                     &                     &       0.051\sym{***}&       0.070\sym{***}\\
            &     (0.015)         &                     &                     &                     &                     &     (0.015)         &     (0.019)         \\
 
 
 
k = 5       &       0.065\sym{***}&                     &                     &                     &                     &                     &       0.065\sym{***}\\
            &     (0.021)         &                     &                     &                     &                     &                     &     (0.021)         \\
 
 
 
Post-averaged effect&       0.031\sym{***}&       0.019\sym{***}&       0.031\sym{***}&       0.035\sym{***}&       0.032\sym{**} &       0.040\sym{***}&       0.053\sym{***}\\
            &     (0.008)         &     (0.007)         &     (0.008)         &     (0.010)         &     (0.012)         &     (0.013)         &     (0.018)         \\
 
\multicolumn{8}{l}{\textbf{B. Log employment rate}} \\ & & & \\
 
k = 0       &       0.001         &       0.001         &       0.000         &       0.002         &       0.004         &       0.018         &       0.024\sym{*}  \\
            &     (0.007)         &     (0.007)         &     (0.010)         &     (0.011)         &     (0.014)         &     (0.011)         &     (0.014)         \\
 
 
 
k = 1       &       0.000         &                     &       0.000         &      -0.000         &      -0.000         &       0.009         &       0.007         \\
            &     (0.010)         &                     &     (0.010)         &     (0.010)         &     (0.012)         &     (0.012)         &     (0.015)         \\
 
 
 
k = 2       &      -0.005         &                     &                     &      -0.005         &      -0.006         &       0.006         &       0.017         \\
            &     (0.015)         &                     &                     &     (0.015)         &     (0.018)         &     (0.018)         &     (0.025)         \\
 
 
 
k = 3       &      -0.007         &                     &                     &                     &      -0.007         &       0.010         &       0.009         \\
            &     (0.025)         &                     &                     &                     &     (0.025)         &     (0.024)         &     (0.035)         \\
 
 
 
k = 4       &       0.016         &                     &                     &                     &                     &       0.016         &       0.021         \\
            &     (0.028)         &                     &                     &                     &                     &     (0.028)         &     (0.040)         \\
 
 
 
k = 5       &       0.034         &                     &                     &                     &                     &                     &       0.034         \\
            &     (0.045)         &                     &                     &                     &                     &                     &     (0.045)         \\
 
 
 
Post-averaged effect&      -0.000         &       0.001         &       0.000         &      -0.001         &      -0.002         &       0.012         &       0.019         \\
            &     (0.010)         &     (0.007)         &     (0.009)         &     (0.012)         &     (0.016)         &     (0.018)         &     (0.028)         \\
 
 
 
\textbf{OWE}&      -0.004         &       0.032         &       0.009         &      -0.030         &      -0.074         &       0.297         &       0.357         \\
            &     (0.335)         &     (0.380)         &     (0.304)         &     (0.338)         &     (0.538)         &     (0.384)         &     (0.460)         \\
\midrule
\shortstack{N\\(for average effect)}&       2,132         &       2,132         &       1,786         &       1,474         &       1,182         &         906         &         740         \\
Events evaluated&          34         &          34         &          28         &          23         &          18         &          16         &           9         \\
 \hline\hline \end{tabular*} {\centering \caption*{\begin{footnotesize} \textit{Notes:} Coefficients are from specification in Equation \ref{eq:ES_dynamic} estimated using MSCZ pairs data from the QCEW. \textit{k} in the row headers refers to years from the event. Column 1 uses the full sample of events, while the other columns restrict the regression to balanced samples based on length of post-period. For example, Column 4 only calculates an effect for 3 post-periods using events that have at least 3 post-periods. Thus, all estimates for any particular column come from the same events. The OWE reported in the last row is the own-wage elasticity for the post-averaged effect. Standard errors, reported in parentheses, are clustered at the state level. Stars indicate statistical significance as follows: \sym{*} \(p<0.10\), \sym{**} \(p<0.05\), \sym{***} \(p<0.01\) \end{footnotesize}}} \end{table} 
